Computational multiscale analyses are currently ubiquitous in science and technology. Different problems of interest-e.g., mechanical, fluid, thermal, or electromagnetic-involving a domain with two or more clearly distinguished spatial or temporal scales, are candidates to be solved by using this technique. Moreover, the predictable capability...
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April 16, 2019 (v1)PublicationUploaded on: December 5, 2022
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January 24, 2024 (v1)Publication
Data Science has burst into simulation-based engineering sciences with an impressive impulse. However, data are never uncertainty-free and a suitable approach is needed to face data measurement errors and their intrinsic randomness in problems with well-established physical constraints. As in previous works, this problem is here faced by...
Uploaded on: January 26, 2024 -
January 24, 2024 (v1)Publication
Data-driven methods are an innovative model-free approach for engineering and sciences, still in process of maturation. The idea behind is the combination of data analytics techniques, to handle the huge amount of data derived from continuous monitoring or experimental measurements, and of the constraints imposed by universal physical laws,...
Uploaded on: January 26, 2024 -
May 3, 2018 (v1)Publication
Se presenta un preprocesador bi y tridimensional para elementos de contorno, con generador automático de mallas, haciendo comentario de sus características generales, comunicación con el usuario, descripción de la base de datos y realización de algunos ejemplos.
Uploaded on: March 27, 2023 -
July 14, 2020 (v1)Publication
Multiscale analysis has become an attractive technique to predict the behaviour of materials whose microstructure strongly changes spatially or among samples, with that microstructure controlling the local constitutive behaviour. This is the case, for example, of most biological tissues—such as bone. Multiscale approaches not only allow, not...
Uploaded on: December 5, 2022 -
January 22, 2024 (v1)Publication
The data-driven methodology with application to continuum mechanics relies upon two main pillars: (i) experimental characterization of stress–strain pairs associated to different loading states, and (ii) numerical elaboration of the elasticity equations as an optimization (searching) algorithm using compatibility and equilibrium as constraints....
Uploaded on: January 24, 2024